Question

Rearrange the formula to solve for L
R = CVL/ M (S+T)

Answer 1

Answer:

see below, answer 1 and 2 are different depending on what the formula means

Step-by-step explanation:

if what you mean by R = CVL/ M (S+T) is:

$R = \frac{CVL}{M(S+T)}$ GO TO ANSWER 1

if what you mean is $R=\frac{CVL}{M} (S+T)$ GO TO ANSWER 2

ANSWER 1:

$R = \frac{CVL}{M(S+T)}$, using algebraic manipulation to isolate L

R* M(S+T) = CVL

L = $\frac{RM(S+T)}{CV}$

ANSWER 2:

$R=\frac{CVL}{M} (S+T)$, using algebraic manipulation to isolate L

$\frac{R}{S+T} =\frac{CVL}{M}$

$\frac{RM}{S+T} =CVL$

$L = \frac{RM}{CV(S+T)}$